![Newsbild](assets/img/uploads/mediathek/932.png)
Herzlich Willkommen zur achten Analyse der 32. Saison zum kommenden Spiel der Woche.
Zur Wahl standen „Rote Teufel E-Sport vs. Alemannia Aachen eSports“ und „SV Süden 09 E-Sport vs. Legion of Boom“, wobei das erste Match die Wahl mit hauchdünn mit 51% für sich entschied.
Rückrunden-Start![](data:image/png;base64,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)
Zur achten PreMatch-Analyse der 32. Saison gibt es ein klassisches Duell in der League ONE. Alemannia Aachen eSports ist zu Gast Rote Teufel E-Sport. In der vergangenen Saison gewannen die Spieler*innen von Alemannia Aachen eSports das Hinspiel mit 3:1 und das Rückspiel mit 2:1, im 1. Spiel der Saison gelang aber Rote Teufel E-Sport bereits die Revanche mit 1:0. Nach einer guten vergangenen Saison auf Platz 5 hinkt Alemannia Aachen eSports den Erwartungen in der laufenden Saison zurück und belegt den aktuellen 12. Platz, Rote Teufel E-Sport hingegen spielt bewährt oben mit. Wird Rote Teufel E-Sport auch zum Start der Rückrunde 3 Punkte aus Aachen holen?
Immer oben dabei![](data:image/png;base64,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)
Rote Teufel E-Sport hatte bislang eine gute Hinrunde gespielt. Mit der Bilanz (13-6-2) stehen sie mit 45 Punkten auf Platz 4. Dabei erzielten sie in den ersten 21 Spielen 54 Tore und bekamen dabei nur 19 Gegentore. Ihr Top-Torschütze ist Azevedo (18 Tore), der gemeinsam mit ArCeZ (12 Tore) im Sturm steht. Von den Außenbahnen werden sie unterstützt von Dex84 (3 Tore) und Cha0s (4 Tore), sowie von Ixi21 (9 Vorlagen) auf ZOM. Im Zentrum werden Pari und Lukas auf den ZDM-Positionen den Spielaufbau kontrollieren. Hinten absichern wird dabei die Dreierkette mit Niki, Kampffussel und ihrem Kapitän L3G3nD84. Zudem steht im Tor Tanzrakete mit bereits 9 Spielen ohne Gegentor. Gelingt in diesem Spiel der erneute Sieg und holen sie sich so die ersten 3 Punkte der Rückrunde für eine mögliche Top3-Platzierung?
Hinter den Erwartungen![](data:image/png;base64,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)
Alemannia Aachen eSports hatte eine eher durchwachsene Hinrunde gespielt. Mit der Bilanz (8-4-9) stehen sie etwas enttäuschend mit 28 Punkten auf Platz 12. Sie erzielten in 21 Partien 34 Tore und bekamen bereits ganze 44 Gegentore. Ihr Top-Torschütze ist Kapitän PaddyL (12 Tore), der das Sturmduo gemeinsam mit zico (2 Tore) bildet. Ihr ZOM B4MBll (11 Tore) zeigt dabei auch eine Torgefahr und sollte nicht unterschätzt werden. Dabei werden sie von außen unterstützt von Floxxylove (9 Vorlagen) und Hecker100 (1 Tor). Für den Spielaufbau werden QuickNick und PhiSch19 im Zentrum stehen und für die Offensive als Anspielstationen dienen und für Spielverlagerungen sorgen. Wichtig wird, dass die Innenverteidiger KingMos, CajaBeTwo und BobbGott in diesem Spiel kompakt und sicher stehen. Schaft Alemannia Aachen eSports die Wende und kommt in der Rückrunde wieder auf die Spur?
Voraussichtliche Aufstellungen der Teams
| Rote Teufel E-Sport | | Alemannia Aachen eSports |
| Formation: 3-5-2 |
| Formation: 3-5-2 |
TW | Tanzrakete | TW | Lehmann_AC_1900 |
LIV | Niki | LIV | KingMos |
ZIV | L3G3nD84 (C) | ZIV | CajaBeTwo |
RIV | Kampffussel | RIV | BobbGott |
LDM | Pari | LDM | QuickNick |
RDM | Lukas | RDM | PhiSch19 |
LM | Dex84 | LM | Floxxylove |
RM | Cha0s | RM | Hecker100 |
ZOM | Ixi21 | ZOM | B4MBll |
LS | Azevedo | LS | zico |
RS | ArCeZ | RS | PaddyL (C) |
Prognose
Die aktuelle Form von Rote Teufel E-Sport ist bei weitem besser als die von Alemannia Aachen eSports. Sowohl in der Offensive (54 gegen 37 Tore) als auch in der Defensive (19 gegen 44 Tore) ist Alemannia Aachen eSports bislang enttäuschend in dieser Hinrunde. Ich vermute Rote Teufel E-Sport wird auch zum Rückrunden-Start kompakterer und sicherer stehen und so die 3 Punkte in diesem Spiel holen.
Mein Tipp: 2 - 1 für Rote Teufel E-Sport
Spiel der Woche Live auf Twitch![](https://lh7-us.googleusercontent.com/PLy3gwe27NzSx8XdEgEgbQVxOIMehfoxkykKhym7WlnnnaHKuzWNklvWwzLOdi1AqTHT03QnEv880APMwNCjfjHD4yEZWHkrWN1nKj5fz22V6jfz4QsqhPuUdg7aDRay8AtOlrXRsFndpfyRncV7x4o)
Das Match wird am kommenden Sonntag, den 09.06.2024 ab 22:05 live auf
übertragen und von unserem Caster Dennis und Co-Caster Happy kommentiert.
Die Pre-Show beginnt um 22:05, Anpfiff zum Spiel der Woche ist um 22:15 Uhr.
Direkt nach Abpfiff begrüßen wir die Interviewpartner*innen:
(kein Name genannt) von Rote Teufel E-Sport
PaddyL von Alemannia Aachen eSports
Wir freuen uns auf euch und wünschen euch viel Spaß beim Zuschauen, Mitfiebern und Chatten bei diesem spannenden Duell auf Twitch.
Ich wünsche beiden Teams viel Erfolg und einen Schönen Pride Month an alle Leser*innen!
- 0 Kommentare
- 08.06.2024 um 19:00
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Anmeldung neue Teams für Saison 28 in der ProLeague FIFA 23
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